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📄 abstractsolver.java

📁 一个关于java 的常用工具包
💻 JAVA
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package org.jutil.math.matrix;/** * <p>A helper class for classes that solve systems of equations using *    matrices. That often involves solve a triangular system at the end.</p> * * @path    $Source: /cvsroot/org-jutil/jutil.org/src/org/jutil/math/matrix/AbstractSolver.java,v $ * @version $Revision: 1.3 $ * @date    $Date: 2002/07/02 14:27:31 $ * @state   $State: Exp $ * @author  Marko van Dooren * @release $Name:  $ */public abstract class AbstractSolver {		/**	 * <p>Solve the uppertriangular linear system of equations defined by	 * <code>R * x = b</code></p>	 *	 * @param R	 *        The uppertriangular matrix containing the coefficients of the	 *        equations.	 * @param b	 *        A column containing the right-hand sides of the equations.	 */ /*@	 @ public behavior	 @	 @ pre R != null;	 @ pre b != null;	 @ pre R.isSquare();	 @ pre R.isUpperTriangular();	 @ pre b.size() == R.getNbRows();	 @ pre (* R is nonsingular *);	 @	 @ post (* R.times(\result).equals(b) *);	 @*/	public Column backSubstitute(Matrix R, Column b) {		int size = b.size();		Column result = (Column) b.clone();		for (int i=size; i >= 1; i--) {			double bi = result.elementAt(i)/R.elementAt(i,i);			result.setElementAt(i,bi);			for (int j=i-1; j>= 1; j--) {				double bj = result.elementAt(j) - R.elementAt(j,i) * bi;				result.setElementAt(j,bj);      }    }		return result;  }	/**	 * <p>Solve the lowertriangular linear system of equations defined by	 * <code>L * x = b</code></p>	 *	 * @param L	 *        The lowertriangular matrix containing the coefficients of the	 *        equations.	 * @param b	 *        A column containing the right-hand sides of the equations.	 */ /*@	 @ public behavior	 @	 @ pre L != null;	 @ pre b != null;	 @ pre L.isSquare();	 @ pre L.isLowerTriangular();	 @ pre b.size() == L.getNbRows();	 @ pre (* L is nonsingular *);	 @	 @ post (* L.times(\result).equals(b) *);	 @*/	public Column forwardSubstitute(Matrix L, Column b) {		int size = b.size();		Column result = (Column) b.clone();		for (int i=1; i <= size; i++) {			double bi = result.elementAt(i)/L.elementAt(i,i);			result.setElementAt(i,bi);			for (int j=i+1; j<= size; j++) {				double bj = result.elementAt(j) - L.elementAt(j,i) * bi;				result.setElementAt(j,bj);      }    }		return result;  }}/*<copyright>Copyright (C) 1997-2002. This software is copyrighted by the people and entities mentioned after the "@author" tags above, on behalf of the JUTIL.ORG Project. The copyright is dated by the dates after the "@date" tags above. All rights reserved.This software is published under the terms of the JUTIL.ORG SoftwareLicense version 1.1 or later, a copy of which has been included withthis distribution in the LICENSE file, which can also be found athttp://www.jutil.org/LICENSE. This software is distributed WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the JUTIL.ORG Software License for more details.For more information, please see http://jutil.org/</copyright>*/	

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